A Novel Determination Method of IPMC Young’s Modulus Based on Cantilever Resonance Theory

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The research is aimed at presenting a novel determination method of IPMC (Ionic Polymer Metal Composites) Young’s Modulus. This method would fill up some deficiencies, such as damaging the tested IPMC strip, having low precision and so on, in the traditional method like tensile test and bending test. The paper presents a novel determination method based on cantilever resonance theory. Cantilever resonance theory is one of the methods to determinate the Young’s modulus of metal wire and metal strip. This method adopts Euler-Bernoulli beam to build a vibration differential equation of the beam. Then, by using the separate variable method, the general solution of the equation would be obtained. Considering the boundary conditions, a formula about the relation of the Young’s modulus and the first natural frequency is obtained. Limited by the experimental equipment and test method, this method has not been applied in the composite material. This paper attempts to apply this method in the IPMC material. The laser probing DISP (displacement) technique is applied in the test experiment. The laser displacement transducer is a kind of accurate un-contact laser displacement measurement set. The distance measured, which could be used to measure the change in position of the tested object, is based on the triangle principle.

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747-752

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July 2011

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© 2011 Trans Tech Publications Ltd. All Rights Reserved

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[1] A. Yi, X. Ke and G. Na: Acta Materiae Compositae Sinica Vol. 26 (2009), pp.189-93.

Google Scholar

[2] T. Fukuda, H Hosokai and I. Kikuchi: IEEE T. Robotics. 1990, pp.1316-1321.

Google Scholar

[3] L. J. Ganer, L. N. Wilson, D. S. Lagoudas and O. K. Rediniotics: Smart Materials and Structures Vol. 9 (2000), pp.673-83.

Google Scholar

[4] K. Oguro, Y. Kawami and H. Takenaka: Journal of Micromechine Society Vol. 5 (1992), pp.27-30.

Google Scholar

[5] K. Byungkyo, R. Jaewook, J. Younkoo and K. Byungmok: IEEE T. Robotics. 2003, pp.14-19.

Google Scholar

[6] T. Thanh, K. Vinh, Y. Youngtai, Y. Youngtai and G. Namseo: IEEE T. Industrial Electronics. 2006, pp.4888-93.

Google Scholar

[7] J. Ai-hong, C. P. Hoon, V. N. Quoc, W. L. Jang, and T. Y. Young: Journal of Bionic Engineering,Vol. 6 (2009), pp.232-38.

Google Scholar

[8] T. Yunjun, T. Huaping, Y. Chenfeng: Chinese High Technology Letters, Vol. 17 (2007), pp.508-11.

Google Scholar

[9] N. N. Sia, Y. L. Jiang: Journal of Applied Physics, Vol. 87 (2000), pp.3321-31.

Google Scholar

[10] L. Sangki, C. P. Hoon and J. K. Kwang: Smart Materials and Structures, 2005, pp.1363-68.

Google Scholar

[11] A. Miles, Buechler,J. Donald: Journal of Vibration and Acousitic, Vol. 129 (2007), pp.113-20.

Google Scholar

[12] G. Shuying, S. Hongming: Linear Vibration Tutorial (Railway Publishing House of China, Beijing 2003).

Google Scholar

[13] H. Yucai: Journal of Functional Materials, 1979, pp.18-23.

Google Scholar